I'm reviving this discussion because of another ask.sagemath.org post
(https://ask.sagemath.org/question/63845/how-reach-octave-or-macaulay2-from-sage-notebook/):
someone who had installed octave and macaulay 2, but the app wasn't finding
them because of its minimal setting for PATH. This makes
Implicit assumptions are a great source of disasters (in programming and
elsewhere).
There are many other things that can go wrong in this "bisection"
procedure, I was just pointing at some of them.
Anyway, I am sorry if you took it badly. I was only trying to help.
Best,
Guillermo
On Mon, 29 A
In my problem the Bisection means a bisection method in numerical analysis.
In this method, b > a always because we find the root of the equation in
the interval (a, b) so for the formation of the interval it is necessary b
> a.
On Mon, Aug 29, 2022 at 12:18 AM G. M.-S. wrote:
>
> Hi Varun.
>
